Method and device for determining an estimate of the total mass of a motor vehicle

ABSTRACT

A method determines the total mass of an automotive vehicle on the basis of data of a communication network and parameters of the vehicle, in which an estimation of the total laden mass (mv,est) of the vehicle, of the speed of the vehicle (vest) and of the slope of the road (αest) is determined at an instant (k) by applying the fundamental equation of dynamics and as a function of the values of the total mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant (k−1).

The present invention relates to the field of the estimation of the mass of an automotive vehicle, and especially vehicles of “heavy goods” type equipped with a telematic box.

By telematic box is meant any device making it possible to receive real-time information with regard to the environment and to provide the vehicle's passengers with services tailored to the context. Such telematic boxes are generally provided with a positioning system, especially of global positioning system type termed “Global Positioning System” or “GPS”, which uses position data emitted in real time by a constellation of geostationary satellites to accurately determine the position of the vehicle.

More particularly, the invention relates to the estimation at each instant of the mass of a vehicle situated on a path having a non-zero slope or slant.

The knowledge of the total mass of an automotive vehicle is necessary for the proper operation of numerous devices on board the vehicle, especially the devices for managing braking or for managing the automatic gearbox, as well as the devices for managing fuel consumption so as to analyse the tracking of fuel consumption and evaluate fuel consumption reduction margins.

Moreover, for utility vehicles or heavy goods vehicles offering a significant loading capacity, an estimation of the mass of the vehicle allows the user to not exceed a predefined value of authorized so-called gross vehicle weight (GVW). Margins of errors authorized for the determination of the mass are generally used. For example, the authorized error margin may be 5% to 10%. It is nonetheless preferable to obtain lower error margins. Moreover, the mass of vehicles of heavy goods type are subject to significant load variations in relation to the mission thereof. It is therefore desirable to obtain a reliable estimation of the mass of the vehicle in real time, even when the vehicle is engaged on a slope, so as to obtain a detailed energy balance.

Today, the estimation of the mass of an automotive vehicle can be done in various ways, for example by direct measurement of the mass, by estimation with the aid of attitude sensors and on the basis of the stiffness of the spring or of the inflation pressure of suspension cushions in the case of heavy goods vehicles. However, these schemes are expensive and, due to manufacturing variability, do not make it possible to obtain an estimation of the mass which is accurate. Moreover, this type of estimation method does not allow the estimation of the mass of the vehicle when the latter is situated on a slope. Indeed, the vehicle's rear axle assemblies generate loadings on the suspensions as soon as a longitudinal force (that is to say a torque) is applied to the wheels.

Methods also exist for estimating the mass of an automotive vehicle by applying the fundamental principle of dynamics at a single instant.

However, the methods for estimating the mass of an automotive vehicle by applying the fundamental principle of dynamics require a certain rolling time before converging to an accurate estimation of the total mass of the vehicle. Moreover, such methods of estimation are particularly inaccurate and unwieldy to implement since they require an estimation of numerous parameters of the vehicle and are based on assumptions which are not always satisfied.

Reference may be made to document EP 2 505 448-A1 which describes a system for estimating the mass of a vehicle in real time by using the data present on the Controller Area Network communication network of the said vehicle, especially the acceleration and the motor torque at each instant. However, this document does not describe the method making it possible to compute the estimation of the mass of the vehicle.

The object of the present invention is therefore to remedy these drawbacks.

The subject of the invention is a method for determining the total mass of an automotive vehicle on the basis of data of a “CAN” communication network, and of parameters of the vehicle, in which:

-   -   data are retrieved from a database of parameters of the vehicle,         which parameters are hosted in a computer of the automotive         vehicle.

The method of determination comprises the following steps:

-   -   setting parameters are retrieved, included in the group         comprising the execution time of the method for estimating the         mass, the covariance matrix of the measurement noise, the         covariance matrix of the modelling indeterminacies with regard         to the speed and the slope and the covariance matrix of the         modelling indeterminacies with regard to the mass,     -   data are retrieved, originating from the “CAN” communication         network, included in the group comprising the speed of the         vehicle, the downshift ratio of the transmission, the level of         depression of the brake pedal, the level of use of the retarder         and an estimation of the torque provided by the heat engine and         of these mechanical frictions,     -   the motive force generated by the vehicle is determined as a         function of the motor torque value, of the downshift coefficient         of the transmission, of the efficiency coefficient of the         transmission and of the radius of the wheel,     -   the aerodynamic friction force is determined as a function of         the data retrieved from the database of parameters,     -   the rolling resistance force is determined, at an instant, as a         function of the mass of the vehicle, of the coefficient of         rolling resistance of the tyres, and of the slope of the road,     -   the force induced by gravity is determined, at an instant, as a         function of the vehicle mass estimated at a previous instant, of         the gravity constant and of the slope of the road estimated at a         previous instant, and     -   an estimation of the total laden mass of the vehicle, of the         speed of the vehicle and of the slope of the road is determined         at an instant by applying the fundamental equation of dynamics         and as a function of the values of the total mass of the         vehicle, of the speed of the vehicle and of the slope of the         road at a previous instant.

In one embodiment, to determine an estimation of the total laden mass of the vehicle, of the speed of the vehicle and of the slope of the road, two filters are applied in parallel.

For example, first so-called “Kalman” filter allowing the filtering of the speed of the vehicle and of the slope of the road and a second so-called “Kalman” filter making it possible to estimate the mass of the vehicle are applied, the two filters being applied in parallel.

At the same time as the step of determining an estimation of the total laden mass of the vehicle, of the speed of the vehicle and of the slope of the road, it is possible to determine an estimation of two covariance matrices: a covariance matrix of dimension two by two (2×2), expressing the covariance of the error in the speed variable and slope variable and a covariance matrix of dimension one by one (1×1), expressing the covariance of the error in the mass variable as a function of the covariance matrix of the modelling indeterminacies with regard to the speed and the slope and of the covariance matrix of the modelling indeterminacies with regard to the mass.

The covariance matrices can be determined on the basis of the fundamental equations of dynamics, of the values of the total mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant and of a Riccati equation whose sought-after variable is the covariance matrix of the estimation errors.

Prior to the step of retrieving the data originating from the communication network, it is possible to reinitialize, at the initial instant the mass of the vehicle, the speed of the vehicle, the slope of the road, and the two covariance matrices.

For example, prior to the step of determining an estimation of the total laden mass of the vehicle, of the speed of the vehicle and of the slope of the road, it is verified, at the instant, that all the conditions are fulfilled for undertaking the computation of the estimation of the mass.

In one embodiment, the conditions to be satisfied are: that the speed of the vehicle is strictly positive and that the position of the brake pedal and the level of use of the retarder are zero.

In one embodiment, a value of the estimation error is computed by comparing the value of the estimation of the speed determined with the value of the speed measured by the communication network.

In one embodiment, a proportionality coefficient is computed as a function of the covariance matrices and of the equations of dynamics.

In one embodiment, the estimations of the speed of the vehicle of the slope of the road and of the mass of the vehicle which are determined are corrected as a function of the value of the estimation error and of the proportionality coefficient.

For example, after having determined the estimations of the speed of the vehicle of the slope of the road and of the mass of the vehicle, it may be verified that the journey of the vehicle has terminated, and when the journey of the vehicle has terminated, it is possible to compute an average value of the mass of the vehicle at the end of the journey as a function of the estimations of the mass of the vehicle and it is possible to transmit the said average value of the computed mass to a server.

In one embodiment, the position of the vehicle is determined in real time in the form of latitude, longitude and altitude as a function of the satellite data received by a “GPS” global positioning system of the automotive vehicle, and the speed of the vehicle is determined in real time as a function of the data received by the global positioning system.

According to a second aspect, the invention relates to a device for determining the total mass of an automotive vehicle on the basis of data of a communication network comprising a module for processing the data which is able to receive, as input, data of parameters of the vehicle, which parameters are hosted in a computer of the automotive vehicle, included in the group comprising the equivalent mass of the rolling elements, the coefficient of rolling resistance of the tyres, the density of the air of the vehicle, the frontal surface area of the vehicle, the drag coefficient and the radius of the wheels of the vehicle.

The module for processing the data receives, as input, setting parameters originating, for example, from a settings database included in the group comprising the execution time of the method for estimating the mass, the covariance matrix of the measurement noise, the covariance matrix of the modelling indeterminacies with regard to the speed and the slope and the covariance matrix of the modelling indeterminacies with regard to the mass, and data originating from a communication network, such as the speed of the vehicle, the downshift ratio of the transmission, the level of depression of the brake pedal, the level of use of the retarder and an estimation of the torque provided by the heat engine and of these mechanical frictions.

The determination device comprises a module for computing an estimation of the total laden mass of the vehicle, of the speed of the vehicle and of the slope of the road at an instant by applying the fundamental equation of dynamics and as a function of the values of the total mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant.

Advantageously, the computation module comprises two filters disposed in parallel and a module for estimating two covariance matrices respectively of dimension 2×2 and 1×1 and expressing respectively the covariance of the error in the speed variable and slope variable and the covariance of the error in the mass variable as a function of the covariance matrix of the modelling indeterminacies with regard to the speed and the slope and of the covariance matrix of the modelling indeterminacies with regard to the mass.

The computation module comprises, for example, a first module for estimating the total laden mass of the vehicle, the speed of the vehicle and the slope of the road as a function of the values of the mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant, the said first module comprising a first so-called “Kalman” filter allowing the filtering of the speed of the vehicle and of the slope of the road and a second so-called “Kalman” filter making it possible to estimate the mass of the vehicle, the two filters being disposed in parallel.

In one embodiment, the computation module comprises a module for correcting the estimation values determined comprising a module for computing an estimation error comparing the value of the estimation of the speed determined with the value of the speed measured by the network and a module for computing a proportionality coefficient as a function of the covariance matrices and of the equations of dynamics.

In one embodiment, the determination device comprises an end-of-journey detection module, a module for computing an average value of the mass of the vehicle at the end of the journey and a communication module able to transmit the said average value of the mass of the vehicle to a server.

Other aims, characteristics and advantages of the invention will become apparent on reading the following description, given solely by way of nonlimiting example and with reference to the appended drawings in which:

FIG. 1 schematically represents the device for determining an estimation of the total mass of a vehicle according to the invention; and

FIG. 2 illustrates the steps of the method for determining an estimation of the total mass of a vehicle according to the invention.

A device 10 for determining an estimation of the mass of an automotive vehicle comprises a module for processing the data 20, a computation module 30 for computing the estimation of the mass of the vehicle and of the slope of the road, an end-of-journey detection module 40, a final computation module 50 for finally computing an average value of the mass of the vehicle at the end of the journey, and a communication module 60 for communicating the average value of the mass of the vehicle.

The module for processing the data 20 receives, as input, data retrieved from a database 21 of parameters of the vehicle, which parameters are hosted in a computer (not represented) of the automotive vehicle. The vehicle parameters transmitted to the processing module comprise:

-   -   the equivalent mass of the rolling elements m_(r), expressed in         kg. This mass is obtained on the basis of the characteristics of         the corresponding components. Thus, the equivalent mass of the         wheels is obtained on the basis of the characteristics of the         wheels and tyres and the equivalent mass of the inertias of the         drivetrain (engine, gearbox, transmission shaft . . . ) is         obtained on the basis of the characteristics of the heat engine         (capacity and number of cylinders).     -   the coefficient of rolling resistance of the tyres c_(r). Since         this coefficient is related to the tyres, it evolves over time.         In order to obtain the best possible accuracy in the estimation         of the mass, provision could be made to estimate this         coefficient by a specific estimation method.     -   the coefficients of the aerodynamic resistance, such as the         density of the air of the vehicle ρ_(a), the frontal surface         area of the vehicle A_(f), the drag coefficient c_(x).     -   the radius of the wheels r_(w).

The module for processing the data 20 also receives setting parameters from a settings database 22, such as the execution time of the algorithm for estimating the mass ΔT, the covariance matrix of the measurement noise R, the covariance matrix

of the modelling indeterminacies with regard to the speed and the slope and the covariance matrix

_(M) of the modelling indeterminacies with regard to the mass.

The data processing module 20 furthermore receives data originating from a communication network 23 well known to the person skilled in the art under the acronym “CAN: Controller Area Network”. The data transmitted by the CAN network comprise the speed of the vehicle v, the downshift ratio of the gearbox, the level of depression of the brake pedal, the level of use of the retarder and an estimation of the torque provided by the heat engine and of these mechanical frictions.

The downshift ratio of the gearbox, the motor torque, the mechanical friction torque of the heat engine and the radius of the wheels are used to compute the known so-called “control” variable u.

Finally, the module for processing the data 20 can also receive in real time the position of the vehicle in the form of latitude, longitude and altitude as a function of the satellite data received by the global positioning system (not represented).

The module for processing the data 20 comprises an initialization module for initializing, at the instant t=0, the mass of the vehicle my, the speed of the vehicle v, the slope of the road α, as well as two covariance matrices P, of dimension 2×2, expressing the covariance of the error in the speed variable and slope variable and P_(M), of dimension 1×1, expressing the covariance of the error in the mass variable.

The module for processing the data 20 comprises a verification module 25 for verifying, at the instant t=k, that all the conditions are fulfilled for undertaking the computation of the estimation of the mass. Stated otherwise, to undertake the computation of the estimation of the mass, the speed of the vehicle v must be strictly positive and the position of the brake pedal and the level of use of the retarder must be zero. As a variant, it would also be possible to envisage conditioning the computation of the estimation of the mass upon the engaging of a ratio of the gearbox.

If one of these conditions is not satisfied, the module for computing the estimation of the mass will undertake the computation of the mass and of the slope as a function of the data at the instant t=k−1.

The computation module 30 for computing the estimation of the mass of the vehicle and of the slope of the road uses an algorithm with a recursive approach based on a mathematical model of the longitudinal dynamics of the vehicle.

The equation of dynamics for the vehicle which links the loadings acting on the vehicle to the mass of the vehicle makes it possible to obtain equation Eq. 1:

$\begin{matrix} {{{\left( {m_{v} + m_{r}} \right) \cdot \frac{d}{dt}}{v(t)}} = {{F_{t}(t)} - {F_{ext}(t)}}} & \left( {{Eq}.\mspace{14mu} 1} \right) \end{matrix}$

With:

-   -   m_(v), the mass of the vehicle, expressed in kg;     -   m_(r), the equivalent mass of the rolling elements, expressed in         kg;     -   v, the speed of the vehicle, expressed in m·s⁻²;     -   F_(t)(t), the traction force applied to the vehicle, expressed         in N; and     -   F_(ext)(t), the exterior forces applied to the vehicle,         expressed in N.

The traction force F_(t)(t) may be written according to the following equation:

F _(t)(v)=T _(e)(t)·γ(t)·η_(gb) ·r _(w)  (Eq. 2)

With:

-   -   T_(e), the torque of the heat engine, expressed in N·m;     -   γ, the downshift coefficient of the transmission;     -   η_(gb), the efficiency coefficient of the transmission; and     -   r_(w), the radius of the wheel, expressed in m.

The set of exterior forces F_(ext)(t) applied to the vehicle groups together the aerodynamic friction force Fa(t), the rolling resistance force F_(r)(t) and the force induced by gravity F_(g)(t).

The aerodynamic friction force Fa(t) depends on the density of the air of the vehicle ρ_(a), on the frontal surface area of the vehicle A_(f), on the drag coefficient c_(x) and on the relative forward speed of the vehicle with respect to the air (v−v_(wind)). The aerodynamic friction force Fa(t) may be written according to the following equation:

F _(a)(v)=½·ρ_(a) ·A _(f) ·c _(x)·(v−v _(wind))²  (Eq. 3)

The speed relatively of the wind v_(wind) is not known, in order to compute equation Eq. 3, the assumption is made that this speed is negligible, in so far as it does not have any impact on the accuracy of the estimation of the mass of the vehicle.

The rolling resistance force F_(r)(t) depends on the mass of the vehicle m_(v), on the coefficient of rolling resistance of the tyres C_(r) and on the slope of the road α, as described in the following equation:

F _(r)(v)=c _(r) ·m _(v)·cos(α)  (Eq. 4)

The force induced by gravity F_(g)(t) depends on the mass of the vehicle m_(v), on the gravity constant g and on the slope of the road α, as described in the following equation:

F _(g)(α)=m _(v) ·g·sin(α)  (Eq. 5)

The computation module 30 comprises a first module 31 for estimating the speed v_(est) of the vehicle, the slope of the road α_(est) and the mass of the vehicle m_(v,est). The first estimation module 31 comprises a first, so-called “Kalman”, filter F₁ allowing the filtering of the measurement of the speed and of the estimation of the slope of the road travelled and a second, so-called “Kalman”, filter F₂ making it possible to estimate the mass of the vehicle. The two filters are executed in parallel so that the information is pooled between the two filters and the variables estimated by the first filter are necessary for the estimation of the second filter, and vice versa.

The estimation of the speed v_(est) of the vehicle is computed according to the following equation:

$\begin{matrix} {{v_{est}(k)} = {{v\left( {k - 1} \right)} + {\frac{\Delta \; T}{{M\left( {k - 1} \right)} + m_{r}} \cdot \left( {{u\left( {k - 1} \right)} - {c_{r} \cdot {m_{v}\left( {k - 1} \right)}} - {{g \cdot {m_{v}\left( {k - 1} \right)}}\mspace{11mu} \sin \; \left( {\alpha \left( {k - 1} \right)} \right)} - {\frac{1}{2} \cdot \rho_{a} \cdot A_{f} \cdot c_{x} \cdot {v^{2}\left( {k - 1} \right.}}} \right.}}} & \left( {{Eq}.\mspace{14mu} 6} \right) \end{matrix}$

The estimation of the slope of the road α_(est) is computed according to the following equation:

sin(α_(est)(k))=sin(α(k−1))  (Eq. 7)

The estimation of the mass of the vehicle m_(v,est) is computed according to the following equation:

m _(v,est)(k)=m _(v)(k−1)  (Eq. 8)

The first estimation module 31 determines equations 6 to 8 as a function of equations 1 to 5, of the measured variables and of the values of the mass of the vehicle, of the speed of the vehicle and of the slope of the road which were computed at the instant t=k−1.

The computation module 30 also comprises a second estimation module 32 for estimating the two covariance matrices P_(est) and P_(M,is) on the basis of the values at the instant t=k−1, of equations 1 to 5 and of a so-called Riccati equation whose sought-after variable is the covariance matrix of the estimation errors:

P _(est)(k)=A(k)·P(k−1)·A(k)^(T)+

  (Eq. 9)

P _(M,est)(k)=P _(M)(k−1)+

_(M)  (Eq. 10)

With:

-   -   A, the tangent linearized dynamic matrix (linearization of         equations Eq. 6 Eq. 7 with respect to the speed and the slope)     -   , the covariance matrix of the modelling indeterminacies with         regard to the speed and the slope and the matrix; and     -   , the covariance matrix of the modelling indeterminacies with         regard to the mass.

The computation module 30 furthermore comprises a correction module 33 for correcting the estimation values computed in equations 6 to 8 comprising a module 34 for computing the estimation error ε(k) comparing the value of the estimation of the speed v_(est) computed by the first estimation module with the value of the speed v_(CAN) measured by the CAN network:

ε(k)=v _(est)(k)−v _(CAN)(k)  (Eq. 11)

The correction module 33 comprises a module 35 for computing the proportionality coefficients L and L_(M), termed “gain of the observer”, computed on the basis of the covariance matrices P_(est) and P_(M,is) and of the equations of dynamics 1 to 5:

L(k)=(L ₁(k),L ₂(k))^(T) =P _(est)(k)·C ^(T)(k)·(C(k)·P _(est)(k)·C ^(T)(k)+R)⁻¹  (Eq. 12)

L _(M)(k)=P _(M,est)(k)·C _(M) ^(t)(k)·(C _(M)(k)·P _(M,est)(k)·C _(M) ^(T)(k)+R)⁻¹  (Eq. 13)

With:

-   -   L₁, L₂, defined by equation Eq. 12; and     -   C, C_(M), the tangent linearized output matrices (linearization         of the output equations of the system with respect to the         state→C=(0,1) C_(M)=Cd_(f)/d_(M), where f=Eq. 6 and Eq. 7)

With:

P(k)=P _(est)(k)−L(k)·C(k)·P _(est)(k)  (Eq. 14)

P _(M)(k)=P _(M,est)(k)−L _(M)(k)·C _(M)(k)·P _(M,est)(k)  (Eq. 15)

The corrected value of the speed v of the vehicle is computed according to the following equation:

v(k)=v _(est)(k)+L ₁(k)·ε(k)  (Eq. 16)

The corrected value of the slope of the road α is computed according to the following equation:

sin(α(k))=sin(α_(est)(k))+L ₂(k)·ε(k)  (Eq. 17)

The corrected value of the mass of the vehicle my is computed according to the following equation:

m _(v)(k)=m _(v,est)(k)+L _(M)(k)·ε(k)  (Eq. 18)

The end-of-journey detection module 40 verifies whether the journey has terminated, for example, with the aid of a means of timeout and of comparing the timeout with a threshold value. If the journey has not terminated, the computation module 30 repeats equations 6 to 18.

When the journey has terminated, the final computation module 50 computes an average value of the mass Avg(m_(v)) of the vehicle at the end of the journey. The communication module 60 thereafter transmits the average value of the mass Avg(m_(v)) of the vehicle to a server (not represented), for example outside the vehicle, for example by telematic means.

The flowchart represented in FIG. 2 illustrates the method 100 for determining an estimation of the mass of an automotive vehicle.

During a first step 110, the following data are retrieved: the equivalent mass of the rolling elements m_(r); the coefficient of rolling resistance of the tyres c_(r), the coefficients of the aerodynamic resistance, such as the density of the air of the vehicle ρ_(a), of the frontal surface area of the vehicle A_(f), of the drag coefficient c_(x); the radius of the wheels r_(w); and the setting parameters such as the execution time of the algorithm for estimating the mass ΔT, the covariance matrix of the measurement noise R, the covariance matrix

of the modelling indeterminacies with regard to the speed and the slope and the covariance matrix

_(M) of the modelling indeterminacies with regard to the mass.

By way of nonlimiting example, it is possible to also retrieve, in real time, the position of the vehicle in the form of latitude, longitude and altitude as a function of the satellite data received by the GPS global positioning system (not represented).

During a second step 120, at the instant t=0, the mass of the vehicle m_(v), the speed of the vehicle v, the slope of the road (α), as well as two covariance matrices P, of dimension 2×2, expressing the covariance of the error in the speed variable and slope variable and P_(M), of dimension 1×1, expressing the covariance of the error in the mass variable are initialized.

During a third step 130, data originating from the “CAN” communication network are retrieved, such as the speed of the vehicle v, the downshift ratio of the gearbox, the level of depression of the brake pedal, the level of use of the retarder and an estimation of the torque provided by the heat engine and of these mechanical frictions.

During a fourth step 140, it is verified, at the instant t=k, that all the conditions are fulfilled for undertaking the computation of the estimation of the mass. Stated otherwise, to undertake the computation of the estimation of the mass, the speed of the vehicle v must be strictly positive and the position of the brake pedal and the level of use of the retarder must be zero. As a variant, it would also be possible to envisage conditioning the computation of the estimation of the mass upon the engaging of a ratio of the gearbox.

If one of these conditions is not satisfied, the module for computing the estimation of the mass will undertake the computation of the mass and of the slope as a function of the data at the instant t=k−1. Stated otherwise, the values are pegged at the previous instant k−1.

During a fifth step 151, the estimation of the speed v_(est) of the vehicle, of the slope of the road α_(est) and of the mass of the vehicle m_(v) is computed by using an algorithm with a recursive approach based on a mathematical model of the longitudinal dynamics of the vehicle resulting from equations 1 to 5 hereinabove.

At the same time, during a step 152, the estimation of the two matrices P_(est) and P_(M,is) is computed according to equations 9 and 10:

P _(est)(k)=A(k)·P(k−1)·A(k)^(T)+

  (Eq. 9)

P _(M,est)(k)=P _(M)(k−1)+

_(M)  (Eq. 10)

During a sixth step 160, the value of the estimation error ε(k) is computed by comparing the value of the estimation of the speed v_(est) computed by the first estimation module with the value of the speed v_(CAN) measured by the CAN network:

ε(k)=v _(est)(k)−v _(CAN)(k)  (Eq. 11)

During a seventh step 170, a proportionality coefficient L, termed “gain of the observer”, is computed according to the above equations 12 to 15. The proportionality coefficient L computed on the basis of the covariance matrices P_(est) and P_(M,is) and of the equations of dynamics 1 to 5 and the value of the vehicle speed v_(est) computed according to equation 6, the value of the slope of the road α_(est) computed according to equation 7 and the value of the vehicle mass of the vehicle m_(v,est) computed according to equation 8 are corrected.

During an eighth step 180, it is verified whether the journey has terminated, for example, with the aid of a means of timeout and of comparing the timeout with a threshold value. If the journey has not terminated, steps 130 to 170 are repeated.

When the journey has terminated, an average value of the mass Avg(m_(v)) of the vehicle at the end of the journey is computed, in step 190, and the average value of the mass Avg(m_(v)) computed is transmitted, in step 200, to a server (not represented), for example outside the vehicle, for example by telematic means.

Thus, the total mass of a vehicle can be estimated in a reliable and fast manner, doing so even under condition of slope of the road travelled.

The vehicle can be an automotive vehicle or a train coach or a trolley or a lifting apparatus.

By mass, by “total mass” of an automotive vehicle, is meant the mass of the vehicle, including its cargo in the case of a semi-trailer or of articulated vehicles and/or, including its passengers in the case of a cargoless vehicle or of a bus. 

1.-14. (canceled)
 15. A method for determining the total mass of an automotive vehicle on a basis of data of a communication network and of parameters of the vehicle, in which data are retrieved from a database of parameters of the vehicle, the parameters hosted in a computer of the vehicle, comprising the steps of: retrieving setting parameters including execution time of the method for estimating the mass ΔT, covariance matrix R of measurement noise, covariance matrix Q of the modelling indeterminacies with regard to speed and slope, and covariance matrix Q_(M) of the modelling indeterminacies with regard to the mass; retrieving data originating from the communication network including a speed of the vehicle v, a downshift ratio of a transmission γ, a level of depression of a brake pedal, a level of use of a retarder, and an estimation of a motor torque provided by the heat engine T_(e) and of the following mechanical frictions: a motive force F_(t)(t) generated by the vehicle, determined as a function of the motor torque value T_(e), of the downshift ratio of the transmission γ, of the efficiency coefficient of the transmission η_(gb), and of a radius of a wheel r_(w), an aerodynamic friction force F_(a)(t), determined as a function of the data retrieved from the database of parameters, a rolling resistance force F_(r)(t), determined as a function of the mass of the vehicle m_(v), of a coefficient of rolling resistance of the tires c_(r), and of a slope of a road α, and a force induced by gravity F_(g)(t), determined as a function of the mass of the vehicle m_(v), of a gravity constant g and of the slope of the road α; and determining an estimation of a total laden mass m_(v,est) of the vehicle, of the speed of the vehicle v_(est) and of the slope of the road α_(est) at an instant k by applying the fundamental equation of dynamics and as a function of the values of the total mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant k−1.
 16. The method of determination according to claim 15, wherein, in order to determine an estimation of the total laden mass m_(v,est) of the vehicle, of the speed of the vehicle v_(est) and of the slope of the road α_(est), two filters are applied in parallel.
 17. The method of determination according to claim 15, further comprising the step of, at the same time as the determining the estimation step, determining an estimation of two covariance matrices P, of dimension 2×2, expressing a covariance of an error in a speed variable and slope variable and P_(M), of dimension 1×1, expressing a covariance of an error in a mass variable as a function of the covariance matrix Q of the modelling indeterminacies with regard to the speed and the slope and of the covariance matrix Q_(M) of the modelling indeterminacies with regard to the mass.
 18. The method of determination according to claim 17, further comprising the step of, prior to the retrieving the data originating from the communication network step, reinitializing at the initial instant the mass of the vehicle m_(v), the speed of the vehicle v, the slope of the road α, and the two covariance matrices P, P_(M).
 19. The method of determination according to claim 15, further comprising the step of, prior to the determining the estimation step, verifying at the instant k that all conditions are fulfilled for undertaking a computation of the estimation of the mass.
 20. The method of determination according to claim 19, wherein the conditions are that the speed of the vehicle v is positive and that the position of the brake pedal and the level of use of the retarder are zero.
 21. The method of determination according to claim 15, wherein a value of the estimation error ε(k) is computed by comparing the value of the estimation of the speed v_(est) determined with the value of the speed v_(CAN) measured by the communication network.
 22. The method of determination according to claim 15, wherein at least one proportionality coefficient L, L_(M) is computed as a function of the covariance matrices P_(est), P_(M,est) and of the equations of dynamics.
 23. The method of determination according to claim 21, wherein the estimations of the speed v_(est) of the vehicle, of the slope of the road α_(est) and of the mass of the vehicle m_(v,est) which are determined are corrected as a function of the value of the estimation error ε(k) and of the proportionality coefficient L.
 24. The method of determination according to claim 15, further comprising the step of, after the determining the estimation step, verifying that a journey of the vehicle has terminated, and when the journey of the vehicle has terminated, computing an average value of the mass Avg(m_(v)) of the vehicle at the end of the journey as a function of the estimation of the mass of the vehicle m_(v,est) and transmitting the computed average value of the mass Avg(m_(v)) to a server.
 25. A device for determining a total mass of an automotive vehicle on a basis of data of a communication network and of parameters of the vehicle, comprising: a module for processing the data which is able to receive, as input, data of parameters of the vehicle, which parameters are hosted in a computer of the vehicle and comprise an equivalent mass of rolling elements m_(r), a coefficient of rolling resistance of the tires c_(r), a density of air of the vehicle ρ_(a), a frontal surface area of the vehicle A_(f), a drag coefficient c_(x), and a radius of a wheel r_(w) of the vehicle, wherein the module for processing the data receives, as input, setting parameters including execution time of the method for estimating the mass ΔT, covariance matrix R of measurement noise, covariance matrix Q of the modelling indeterminacies with regard to speed and slope, and covariance matrix Q_(M) of the modelling indeterminacies with regard to the mass, and data originating from a communication network including a speed of the vehicle v, a downshift ratio of a transmission γ, a level of depression of a brake pedal, a level of use of a retarder, and an estimation of a motor torque provided by the heat engine T_(e) and of the following mechanical frictions: a motive force F_(t)(t) generated by the vehicle, determined as a function of the motor torque value T_(e), of the downshift ratio of the transmission γ, of the efficiency coefficient of the transmission η_(gb), and of a radius of a wheel r_(w), an aerodynamic friction force F_(a)(t), determined as a function of the data retrieved from the database of parameters, a rolling resistance force F_(r)(t), determined as a function of the mass of the vehicle m_(v), of a coefficient of rolling resistance of the tires c_(r), and of a slope of a road α, and a force induced by gravity F_(g)(t), determined as a function of the mass of the vehicle m_(v), of a gravity constant g and of the slope of the road α; and a computation module for computing an estimation of the total laden mass m_(v,est) of the vehicle, of the speed of the vehicle v_(est) and of the slope of the road α_(est) at an instant k by applying the fundamental equation of dynamics and as a function of the values of the total mass of the vehicle, of the speed of the vehicle and of the slope of the road at a previous instant k−1.
 26. The determination device according to claim 25, wherein the computation module comprises two filters disposed in parallel and a module for estimating two covariance matrices P, of dimension 2×2, expressing a covariance of an error in a speed variable and slope variable and P_(M), of dimension 1×1, expressing a covariance of an error in a mass variable as a function of the covariance matrix Q of the modelling indeterminacies with regard to the speed and the slope and of the covariance matrix Q_(M) of the modelling indeterminacies with regard to the mass.
 27. The determination device according to claim 26, wherein the computation module comprises a correction module for correcting the estimation values determined comprising a module for computing an estimation error ε(k) comparing the value of the estimation of the speed v_(est) determined with the value of the speed v_(CAN) measured by the network and a module for computing a proportionality coefficient L, L_(M) as a function of the covariance matrices P_(est), P_(M,est) and of the equations of dynamics.
 28. The determination device according to claim 25, further comprising an end-of-journey detection module, a module for computing an average value of the mass Avg(m_(v)) of the vehicle at the end of the journey, and a communication module able to transmit the average value of the mass Avg(m_(v)) of the vehicle to a server. 